Autism Spectrum Disorders

Download or read book Autism Spectrum Disorders written by Richard L. Simpson With Coauthors and published by Corwin Press. This book was released on 2004-06-01 with total page 274 pages. Available in PDF, EPUB and Kindle. Book excerpt: With Contributions From: Sonja R. de Boer-Ott, Deborah E. Griswold, Brenda Smith Myles, Sara E. Byrd, Jennifer B. Ganz, Katherine Tapscott Cook, Kaye L. Otten, Josefa Ben-Arich, Sue Ann Kline, and Lisa Garriott Adams How can you best help a child with autism reach their full potential? Autism Spectrum Disorders (ASD) present a perplexing challenge for parents and school professionals. Literally dozens of interventions and treatments are available, so how does one know which intervention strategy works best for any given child or situation? This essential resource was developed to respond directly to the extraordinary difficulty school professionals and families face in selecting and applying appropriate, effective interventions and treatments for the children in their care. The information is presented in a straightforward and simple format, practical for finding clear answers to complex questions. For easy access, the book is organized into the following five intervention categories-Interpersonal Relationships, Skill-Based Treatment Programs, Cognitive Methods, Physiological/Biological/Neurological Approaches, and Other Treatments and Interventions. Each category contains several detailed reviews, including: A description of the intervention or treatment Reported benefits and effects associated with its use A synthesis of how the outcomes relate to individuals with ASD A discussion of who is best qualified to implement it, including when and where Potential costs and risks Comprehensive in scope, this resource briefly evaluates over 40 commonly used interventions and treatments for individuals with ASD, as well as detailed evaluations of their utility and efficiency. It will assist readers in critically evaluating and choosing those methods that have the highest probability of yielding benefits for this special population.